| Product Number | 4658-1-1K |
| Synonyms | 1-Benzylaziridine-2-carboxylic acid ethyl ester |
| CAS | 34943-06-1 |
| MDL Number | MFCD17011809 |
| Molecular Formula | C12H15NO2 |
| Molecular Weight | 205.257 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-1-1K
CAS: 34943-06-1
Molecule Weight: 205.257
Formula: C12H15NO2
PN: 4H23-1-0M
CAS: 72351-59-8
Molecule Weight: 338.451
Formula: C21H26N2O2
PN: 4H58-1-S26
CAS: 75154-68-6
Molecule Weight: 343.426
Formula: C23H21NO2
PN: 4758-1-0G
CAS: 64892-53-1
Molecule Weight: 207.273
Formula: C12H17NO2
![Ethyl 3-[benzyl(2-ethoxy-2-oxoethyl)amino]-2,2-difluoropropanoate](data:image/png;base64,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)
PN: 4658-3-51
CAS: 1823791-33-8
Molecule Weight: 329.344
Formula: C16H21F2NO4
PN: 4H58-1-S20
CAS: 1235011-96-7
Molecule Weight: 221.256
Formula: C12H15NO3
PN: 4H58-1-379
CAS: 1141669-59-1
Molecule Weight: 235.283
Formula: C13H17NO3
PN: 4H58-1-J8
CAS: 1340215-39-5
Molecule Weight: 221.256
Formula: C12H15NO3
TSCA: Not listed on TSCA inventory